Flashmic chords: Difference between revisions
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correction and improvement |
This should have exhausted all possible forms of 33-odd-limit flashmic triads |
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'''Flashmic chords''' are [[essentially tempered dyadic chord]]s tempered | '''Flashmic chords''' are [[essentially tempered dyadic chord]]s tempered by the flashma, [[12376/12375]], a comma associated with precise systems that model high-limit JI. | ||
As an enormously complex temperament, even the simplest flashmic chords are 33-odd-limit, and there are six pairs in inverse relationship: | |||
* 28/15 - 26/25 - 34/33, with | * 1-28/15-33/17 with steps 28/15-26/25-34/33, and its inverse | ||
* 15/14 - 25/17 - 33/ | * 1-28/15-25/13 with steps 28/15-34/33-26/25; | ||
* 28/25 - | * 1-25/17-28/15 with steps 25/17-33/26-15/14, and its inverse | ||
* 28/25 - 26/15 - 34/33 | * 1-33/26-28/15 with steps 33/26-25/17-15/14; | ||
* 33/28 - 15/ | * 1-28/25-30/17 with steps 28/25-52/33-17/15, and its inverse | ||
* 56/33 - 26/25 - 17/15 | * 1-28/25-33/26 with steps 28/25-17/15-53/33; | ||
* 1-28/25-33/17 with steps 28/25-26/15-34/33, and its inverse | |||
* 1-28/25-15/13 with steps 28/25-34/33-26/15; | |||
* 1-33/28-34/25 with steps 33/28-15/13-25/17, and its inverse | |||
* 1-33/28-26/15 with steps 33/28-25/17-15/13; | |||
* 1-26/25-30/17 with steps 26/25-56/33-17/15, and its inverse | |||
* 1-26/25-33/28 with steps 26/25-17/15-56/33. | |||
[[Category:33-odd-limit]] | |||
[[Category:Essentially tempered chords]] | [[Category:Essentially tempered chords]] | ||
[[Category:Triads]] | |||
[[Category:Flashmic]] | [[Category:Flashmic]] | ||
Revision as of 06:06, 7 June 2023
Flashmic chords are essentially tempered dyadic chords tempered by the flashma, 12376/12375, a comma associated with precise systems that model high-limit JI.
As an enormously complex temperament, even the simplest flashmic chords are 33-odd-limit, and there are six pairs in inverse relationship:
- 1-28/15-33/17 with steps 28/15-26/25-34/33, and its inverse
- 1-28/15-25/13 with steps 28/15-34/33-26/25;
- 1-25/17-28/15 with steps 25/17-33/26-15/14, and its inverse
- 1-33/26-28/15 with steps 33/26-25/17-15/14;
- 1-28/25-30/17 with steps 28/25-52/33-17/15, and its inverse
- 1-28/25-33/26 with steps 28/25-17/15-53/33;
- 1-28/25-33/17 with steps 28/25-26/15-34/33, and its inverse
- 1-28/25-15/13 with steps 28/25-34/33-26/15;
- 1-33/28-34/25 with steps 33/28-15/13-25/17, and its inverse
- 1-33/28-26/15 with steps 33/28-25/17-15/13;
- 1-26/25-30/17 with steps 26/25-56/33-17/15, and its inverse
- 1-26/25-33/28 with steps 26/25-17/15-56/33.